i1 : T = randomSd {2,3}
2
o1 = {(.0135851 - .276691*ii)x1 + (- .0369274 - .252515*ii)x1*x2 + (-
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2
.116333 + .145332*ii)x2 + (.406186 - .00331644*ii)x1*x3 + (.392218 +
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2
.20853*ii)x2*x3 + (- .143641 - .201321*ii)x3 , (- .0235238 +
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3 2
.0507344*ii)x1 + (.264945 - .147999*ii)x1 x2 + (- .302194 +
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2 3
.527688*ii)x1*x2 + (- .0121217 - .233064*ii)x2 + (.249264 +
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2
.33538*ii)x1 x3 + (.155545 + .152282*ii)x1*x2*x3 + (- .046369 +
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2 2
.641816*ii)x2 x3 + (- .561295 - .118524*ii)x1*x3 + (.182891 +
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2 3
.170701*ii)x2*x3 + (- .0600091 - .252735*ii)x3 }
o1 : List
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i3 : M = track(S,T,solsS,gamma=>0.6+0.8*ii,Software=>M2)
o3 = {{{-.0366493+.0193376*ii, .495982+.0634331*ii, .864995-.006682*ii},
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#steps => 11, status => REGULAR, last t => 1, cond#^{-1} => .556726}}
o3 : List
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